Wolfram Mathematica Spikey 3d models

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Using Mathematica, I used the NDSolve function to solve the system with a time range of 0 to 25 and then plotted it resulting in a system that indeed looks chaotic. Now I continued to solve the system to get the final product. Using NDSolve again...

My Julia set data was created in Mathematica, mounted onto the object depth with the rich 3D plotting tools available in that platform, and then exported to a .stl. ... Citations - https://www.marksmath.org/visualization/julia_sets/ ...

Her work involved and drove enormous development: subroutines, translation formulas, relative addresses, link loader, code optimization, and even symbolic manipulation of the type that Mathematica or Maple currently do. At the end of her life, she...

I got the data from Mathematica hoping it represented data from 2021, but it did not. I realized this late and was not able to change this in time. But I think 2019 was recent enough for this not to be a big issue. Attached is a picture of some code...

The default rule set, represented by darker blue screenshots, is based on Stephen Wolfram's system: a live cell survives indefinitely, and a new cell emerges when it has exactly one live neighbor. You can modify this rule set by adjusting the...

The default rule set is Stephen Wolfram's: a live cell survives forever, and a new cell generates when it has exactly one live neighbor. You can adjust the rule set by modifying how different numbers of live neighbors (0-6) affect survival or...

When looking at my Mathematica code and using the Viewpoint command I was able to create 3 different objects – a fish from the top view, a heart from the front view, and a bowtie from the back view. I have added screenshots of this down below in a...

031005-1 to 03005-15, DOI: 10.1115/1.4032102, 2016.Robert Lang developed a program for Mathematica based on that paper, which was what we used to obtain the geometry for this model. A download for his program, Tessellatica, is available here:...

Map[LinearRegression, {yhat1, yhat2}] The Mathematica version in use is v12.3. Here is a working piece of code for computing and combining these variables and evaluating linear regression: ``` xmin = Table[i, {i, -6, 10}] xmax = Range[-7, 9];...